What Percentage of People Will Pick the Most Voted Option?

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Discussion Overview

The discussion revolves around predicting the percentage of participants who will choose the most voted option in a poll. It explores various strategies, assumptions about voter behavior, and the implications of individualism in decision-making. The scope includes theoretical reasoning, psychological insights, and speculative predictions regarding voting patterns.

Discussion Character

  • Exploratory
  • Debate/contested
  • Mathematical reasoning

Main Points Raised

  • Some participants suggest that many will choose 0% due to individualistic tendencies, believing others will avoid popular choices.
  • Others propose that a significant number might choose 10% based on a uniform distribution assumption, but this could lead to chaotic outcomes.
  • One participant argues that if everyone votes 100%, then everyone would be right, highlighting a paradox in rational voting.
  • There are claims that a cooperative solution would involve everyone betting 100%, yet this is not reflected in the current voting behavior.
  • Some participants express uncertainty about the outcome, suggesting that the results could vary widely due to noise in the voting process.
  • Several participants mention the idea of "cheating" by delaying their vote to see the results before making a choice, which they feel undermines the poll's purpose.
  • One participant speculates on the potential for a large number of voters to skew the results if they all choose the same option simultaneously.

Areas of Agreement / Disagreement

Participants do not reach a consensus on the expected voting behavior, with multiple competing views on how individual preferences and strategies will influence the outcome. The discussion remains unresolved regarding the actual percentage that will choose the most voted option.

Contextual Notes

Participants express various assumptions about voter behavior, including individualism and the impact of perceived popularity on choices. There is also mention of the unpredictability of outcomes due to the chaotic nature of voting dynamics.

Who May Find This Useful

This discussion may be of interest to those studying decision theory, psychology of voting behavior, or game theory, as well as participants curious about polling dynamics in group settings.

What percentage of people will have chosen the percentage chosen most often?


  • Total voters
    46
  • Poll closed .
  • #31
BobG said:
What percentage do you think will cherry pick the right answer?

Hopefully, over half, because I need some help if my pick is going to be correct.

Actually, I need a lot more than half. Based on the 36 already completing the poll, if the next 36 people cheat, the winning percentage will be 30% (barely less than 35%).

It takes a whole lot of cheating (or just a lot if they all cheat at the same time and don't know about the other cheaters) to ever reach 60%
I can alter the number of votes in the poll, how much is it worth to you to guess the correct number? :biggrin:
 
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  • #32
junglebeast said:
Of course, it's easy to get the correct answer by simply delaying one's vote until looking at how the result turns out. Several members have already stated that they intend to cheat in this way, which really defeats the purpose of the poll in my opinion...because they are just cherry-picking the right answer after the votes have been cast. The challenge is trying to guess what will happen in advance, or without looking at the results.

Unless there are a lot of them who wait until the last minute to cheat, and completely change the results by doing so. :wink:
 
  • #33
jimmysnyder said:
I chose 0%. Most PFers are individualists and will deliberately avoid picking the most popular choices.

Then you'd choose 100% or something high.
 
  • #34
tgt said:
Then you'd choose 100% or something high.
Come on people, it was just a variation on an old joke. "No one goes there anymore, it's too crowded."
 
  • #35
jimmysnyder said:
Come on people, it was just a variation on an old joke. "No one goes there anymore, it's too crowded."

Yogi Berra, right?
 
  • #36
It looks like the 20%'s won. Good game.
 
  • #37
I read 30%.
 
  • #38
You might want to check it again.

30% received the most votes, around 23%. This, of course, rounds to 20%. So those people who voted for 20% win, even though they are not a majority.
 
  • #39
junglebeast said:
...causing the true answer to be somewhere between 10 or 20%.

Nuts, everyone who voted at the end threw my estimate off by 3% :cry:
 
  • #40
AUMathTutor said:
It looks like the 20%'s won. Good game.

It was a good game. I don't think 20% would win if the game were played again, though. Having played once, the results would be skewed.
 
  • #41
AUMathTutor said:
You might want to check it again.

30% received the most votes, around 23%. This, of course, rounds to 20%. So those people who voted for 20% win, even though they are not a majority.

Got it.
 

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